| Article |
|---|
| Article name |
On the Efficient Solution of the First Boundary Value Problems in Piecewise Homogeneous Circular Domains |
| Authors |
Yefimova I.A. Candidate of Physics and Mathematics, hol47@yandex.ru |
| Bibliographic description |
|
| Section |
Scientific Research |
| UDK |
517.956 |
| DOI |
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| Article type |
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| Annotation |
The paper considers the first boundary value problems in the disk consisting of two zones
with different permeability when the zones are separated by a circle. With the help of the
method of convolution of Fourier expansions, the solution of the problem is expressed in the
form of rapidly converging series in terms of the classical solution of the Dirichlet problem in
the homogeneous circle.
|
| Key words |
boundary value problems, piecewise homogeneous circle, method of
convolution of Fourier expansions. |
| Article information |
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| References |
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| Full article | On the Efficient Solution of the First Boundary Value Problems in Piecewise Homogeneous Circular Domains |
